- verbs - log in to or log into or login to - English Language . . .
The difference between "log in to host com" and "log into host com" is entirely lexical, so it really only matters if you're diagramming the sentence Personally, I prefer to avoid prepositional phrases when possible, so I would write, "log into host com "
- Why does $a^ {\log_a (x)}=x$? - Mathematics Stack Exchange
Hence, $$ \log_a (a^x) = x \text { and } a^ {\log_a {x}}=x $$ are both true by definition The hardest part is trying to explain why these two conceptions of logarithms, while superficially different, are actually the same
- Logged-in, log-ined, login-ed, logined, log-in-ed, logged in?
49 Log in is a verb, while login is a noun Its Past Tense is logged in (I logged in yesterday) As an attributive phrase, it is logged-in (logged-in users)
- complex analysis - How to derive the value of $\log (-1 . . .
How to derive the value of $\log (-1)$? Ask Question Asked 10 years, 1 month ago Modified 10 years, 1 month ago
- Interpretation of log differences - Mathematics Stack Exchange
I am confused about the interpretation of log differences Here a simple example: $$\log (2)-\log (1)= 3010$$ With my present understanding, I would interpret the result as follows: the number $2$ is $30,10\%$ greater than $1,$ which is obviously false
- Which is correct? log in, log on, log into, log onto [duplicate]
For my money, log on to a system or log in to a system are interchangeable, and depend on the metaphor you are using (see comment on your post) I suppose there is a small bit of connotation that "log on" implies use, and "log in" implies access or a specific user
- Why there is no formula $\\log(a) *\\log(b) = $(something)?
Yes one can deduce that $\log a \log b$ is also $\log (b^ {\log a})$ These equations are not mentioned much, perhaps because they can easily be deduced from the other laws (and it doesn't seem all that interesting, at least to the generalist just learning this stuff)
- How to figure out the log of a number without a calculator?
I have seen people look at log (several digit number) and rattle off the first couple of digits I can get the value for small values (aka the popular or easy to know roots), but is there a formu
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